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[Solved]: Suppose there are two firms, ( A ) and ( B )
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(Solved): Suppose there are two firms, \( A \) and \( B \), with marginal abatement costs \( M A C a=100-E a ...



Suppose there are two firms, \( A \) and \( B \), with marginal abatement costs \( M A C a=100-E a \), and MACb=200-3Eb, resp

Suppose there are two firms, \( A \) and \( B \), with marginal abatement costs \( M A C a=100-E a \), and MACb=200-3Eb, respectively. (Ea and Eb are firm A and firm B's emissions respectively.) The marginal damage caused by the emissions is given by \( M D=E a+E b \). If there is a tax of 80 on each unit of emissions, the outcome is cost-effective and efficient. True False 2: Suppose in a one-off, simultaneous game, player 1 chooses between \( A \) and \( B \), and player 2 chooses between \( C \) and \( D \). The payoff matrix is given above. This game does not exhibit the same type of dilemma as in a "prisoner's dilemma" game.|


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1.Introduction In general peripheral decrease cost bend is the even amount of the singular reduction cost bends similarly as the stock bend is the flat amount of the negligible expense bends of various firms. Explanation: It's true because MC3 = 1*Q3
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